Supplement Trapezoid Midsegment - MrLarkins.com
Supplement Trapezoid Midsegment - MrLarkins.com
Supplement Trapezoid Midsegment - MrLarkins.com
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<strong>Supplement</strong> Name ________________<br />
<strong>Trapezoid</strong> <strong>Midsegment</strong> Period___________<br />
For the following trapezoids, use the midsegment theorem to solve.<br />
Drawings are not to scale.<br />
Geometry Unit 9 Worksheet 4<br />
base 1 + base2<br />
2<br />
1. MD=___________ 2. TR=_________<br />
x R<br />
T M<br />
T<br />
R<br />
D<br />
28 x 16<br />
P<br />
D<br />
A<br />
3.<br />
T<br />
2x – 3 R<br />
x=_________ 4.<br />
TR=_________<br />
D PA=_________<br />
P<br />
10 A<br />
D<br />
x=________<br />
TR=________<br />
MD=_______<br />
M<br />
33<br />
M 20x + 4<br />
P<br />
5. x=________ 6. x x=__________<br />
T R<br />
TR=________ TR=_________<br />
2 – 5x<br />
T<br />
–5x R<br />
M<br />
P<br />
3x + 9<br />
12<br />
x 2<br />
A<br />
D<br />
A<br />
M<br />
P<br />
T<br />
PA=________ PA=_________<br />
10<br />
M D<br />
P<br />
19<br />
–4x + 10<br />
36<br />
24x + 6<br />
A<br />
R<br />
A
7. Show all work<br />
Find the midpoint of the non-parallel sides<br />
Label the midpoints G (___, ___) & H (___, ___)<br />
Draw the midsegment<br />
Use the distance formula to prove the midsegment theorem<br />
TR = ________ GH = ________ PA = _________<br />
Geometry Unit 9 Worksheet 4<br />
T<br />
R<br />
P<br />
y<br />
A<br />
x